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FSc Part 2MathematicsFunctions and Limits

33 videos

Function & its Domain

Exercise 1.1

Exercise 1.2

Exercise 1.3

Exercise 1.4

Exercise 1.5

Online Test

Decription

Question no 1 and 2

Resources

About Teacher

Ph.D Scholar Mathematics. 8 Year's Assistant Professor at Lahore Garrison University Writer : Book 1 Leads Conceptual Mathematics part 2 Book 2 Leads Mathematics part 1

Muhammad Naveed

Muhammad Naveed Jaffar

Ph.D Mathematics

1137 total
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Reviews (1137) Submit your feedback

  • iamge

    Dawood Bin Khalid 30-03-2024

    amazing teacher

  • iamge

    Anmol 13-02-2024

  • iamge

    Anmol 13-02-2024

  • iamge

    Muhammad Haseeb 02-02-2024

    Very Best Sir

  • iamge

    Ali Ahad 13-01-2024

Join this Discussion

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umair aqdas
Umair Aqdas 28-08-2018 9:28

sir your way or teaching is very good

Reply1
umair aqdas
Umair Aqdas 06-09-2018 8:46

Way of Teaching

hira iqbal
Hira Iqbal 27-06-2019 23:03

really your method of teaching is brilliant.thanks sir. may allah bless you.ameen

Reply0
jawad hassan
Jawad Hassan 27-10-2019 0:38

brilliant mehod

Reply0
Ali Ahmad
Ali Ahmad 27-09-2018 11:08

Method of teaching is very interesting.

Reply0
Asjad Changwani
Asjad Changwani 29-12-2019 0:42

That sir is from another universe totally amazing superbbbbbbb

Reply0
asadzia
Asadzia 02-02-2021 6:11

good .....

Reply0
asadzia
Asadzia 02-02-2021 6:43

sex//////////////

Reply1
asadzia
Asadzia 02-02-2021 6:45

ok

asadzia
Asadzia 02-02-2021 6:43

sex.......................

Reply0
mursleen hammad
Mursleen Hammad 28-01-2021 8:07

ok

Reply0
mursleen hammad
Mursleen Hammad 28-01-2021 8:07

good

Reply0
asadzia
Asadzia 02-02-2021 6:02

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nuuKhcbO4T5ML2fvqDw7iaTKnk8H5fP6+SQusRcr37OualINUdqDpYtieqC79fWVqQloHNwy5WKM8TJNSR+UfkX+n+qh6d6fpMjYLm0o4ahZmZn9FWe1mWynr+iIwUo/BLYKrn/ALOP6zAbTwIb0qlQtQOxBw0HcKBVJmnmZ7aXb1uVntYV+eaZ4W/1oevbvWZZF5LfycX9dDzTkuTNAO2AOGfMEztiBlr0gXdtbhierfwWn6d+HJ5ud+ULy9ovSY7fyev52D6vPSJwKRCcfvSIXDJruWixfkEXty5u/K17wWvlnlZ5MeaP5OCbWiGvTsV0pICta/GC1XF81Z7WDxun08O/LfX7M1tXlB3vX5FlLGp/F62msje+hG6W5Zwsx9he/bl7xel48tvGfkEAhacz0Dvl+H52PR5q7jCq/p9KcyUYarzNyT6AmZWLj8EO5rxjQoG8xN/4nFe/O0c8lu/l55J7RSeTH0+Ws9pifqx/V4d/lXj0umadpsfbhde97Ety3/hYxXJTp6sfh3nTslqqfqC/tYjvIdMeYBlgrJP4p3mfDyTPIjvztNY7z9is8L9Y+d6vpdL/ACYq8N9ObKgMnO6c/wDHed57AFY5tNeFHojvKmXn15pdOML8JnsiX/j8fl3+w6tdnpbwy8ljQvQuMsFrfY9860Vw/Ts9unqVm93cttOOkKRbV3u5NoXTpgrDEVhiHPgea+6Z438TryO88v27/W0Wj6fPHhPz9JPjuozjosWpj5q3NrqCsU7T2TTM5co7iuuxC3TGSyNN5jWTvldIRPxDHIM/UXNJ5TIueTFn+KD5Nvr2meef/Fa3m/QYOLXRBqIkzW/ieiGrDbDPhiCU+F5mhmru9XNgOxMzMczc4+gXWMHJz6Vtaycv56FZ9RgcoTlG8nq/xT1Lcm0z+i6OM1a2p67+/wBU5hBH8BlILxWVM1bN6YnmpsgzwgiGGEXsbNrt699G3PNPl/lHS+oFeN3Sj43nvg0QN9PInm3Sde8dJ8H0qvHA4ecvxraz0a6m8y7/ADERbhuv1K8OPxYbluqzzw3UegTjDjDH/wBHP//EABQRAQAAAAAAAAAAAAAAAAAAAKD/2gAIAQMBAT8Bd5//xAAUEQEAAAAAAAAAAAAAAAAAAACg/9oACAECAQE/AXef/8QASBAAAgECAwUEBQgIBQQCAwEAAQIDABEEEiETIjFBURAyYXEFFCBCgSMwM0BSYJGxNFBicpKhweEkQ1Oi0RVjc4J0snCQoPH/2gAIAQEABj8C+/IlRzexFre/0qTYzE5CycOLjlUirN9G2R9ODW/50rJOpfJHc3XTNlvahLtCpNiyW4XF6Mu2aNCcq5xrwqAR/JybBGJtun+9PKHlEcZYMCu8bdKnFzZckg037FTpTzS7QDNkUKt+V6KCRwyMiuSumvSmMMshbZtIAV6G1NhygJiw5JP7ZtV1kYnI5t4rb/mhtpZBmZEFl5sL1jTOI/kwMrSJcd61LlRMxVzdV47wqIoxdWvfwtU8m1WLVsi8tBUcZmYPYsb24AVvTsVLqi5F61iM+Z5BAzd3dGtvvHaOR1F76HnXfkS5z8SNetNaRxmNzrxNH5WTUkne5njUao+IKjuAE/yprzzBn728daETyy5BwQsbUkrzT5vdcsf5UX2r5yb5s2t6YiaQFhZrMdaQGeQhO7vHSgQ508al+VYCQ3YA6GlY4iXMndOc6Vd5pGN76tzq6TyqeGjmtZpNf2q355W0tq54Uy7eXK3eGY60o+jIObMpN7+HSrtNITe9y3Oim3lyHiuY2+8eKyvbZFQmg0vW+mWREh+UzcjS7GNkYOV52I+NIiqP+kbC50GXh+dRBYiFGELizmnmEDYmSyjJn+jGXjTGdNouSMasbjTwr0ZGOCgj/dTYdiZViGbZEWA08NTUoaEuu3WMDPwuK9IWfII4ns9r21qSfYXQts82oN7cbCo3aM3e2/c6a8aTYI6PnKnjYj72jMxNuFzWTMcvS+nYbMRfjRsSL9lwSD2kAkA8RWx3LZcmbLvFel6GZibcLn/+IqTYvGuT7VbaWSIre27elcSwWYX4n/imgkKll5r99cSCRc2oLzLiocpB3RwrE25ED+X3zsKKsLEcRU0+LIEi9zrQsMsSd1aSHA2eXLy4A+NF3N2Y3J/WOSCMuaZMyvbmvD6pp2woe80Ydvj9fOJxj7CK26Pef4fMWFRHCl2xQ+k04efSmeaUQwJ3nP5CinoyDKf9eTVv7Vc6n9aesY7MUvZI19/+1bGFVw8H2I+xxnCKg1NPExBKG1x9SkbFRZrjRuNqd1j2asbhenZb7MaD+XtLHGLuxsKVJSpzC4I+ppifSKyZXO7GnH49KPq4k2B7mfj2JEneY2ppWRwMOwUSnXaN5UwMzTXAN25e16xPdS+kS9ep8uyKcoJMh4GsQVwafKDTr8etYc8GeV2/Wno/KNWQsfx7PRtvsv8A/bty4VyjkHUHl7IjzZV4s3QUyepFgncc8XPjR0t4UiMwRSbFjyqL1ebMWGqn8+zBtb5SW7k+HYPXmAT3QeBPjUgwRJhB0v7MmLRVZxpErcL9aV/SEi+s8BGtr28a4XjTebx8Kk9ZGWUtvDpU6roq2Ufh7BzC+SNm/lT+uy5LDdF7fzpp/WpJsTeylu95W6djzwx5kU286mLj6OJ3pMW4GQ8RzHz2WAajUn7NCIQZ7CxllSwJ8qzysWbsGIxgMk8q7kY5L1NRJhsAiyLpGL3A+HWn9ZDCW+9mp/VlvkFzUME6kb9mBqfGIBkDEheorGSNqY4CR58KGJx4zzHWLD/1ajLMbt+XY2NxySNhg2QBOZoL6NwgWx0kl1NZ5Tc8gOA/Wnow/wDbP51CuOaTaT/RonIdTWHaOeKWGH5M5TzvUUXJjr5U+z7t9KOKxNotwhEPea/h7GETnJmlP5D8qlTF5RHLGU3uFFcKu0RYdsq8bmpFm+kB3qEtvpZ+PgBUSkG8ndvWHeEWa+RvGvRf/iptoLxxxtI3wFNNjJjDhwctwLkmkngxayxv3RaxNFXBDDkewKoux4CmRMqZdCzmwvTQLOHxD+6uqx/3p2nkyxLvyyNRh9H4YkfaOl628pu7NU8S6XN7nkLUBhFmzqd524EUqLxY2FbBEO6qqo+FTDnsX/KrDU0ZMZKuEQcNroW8qkxOJYx4JWso5v4UYPR+G2Y4AnlWN6+rPSQSSMYk4Ds0F+0KoJJ4AVtfSLAv7uHU6nz6UiYfCiGQm79uVxY9uexy3tetoMZHgw/23sSOtqXDrK7wJ7z8XPWsx4RqX/CietesxMNtFEOB6daSdFDW5GmnxJEGHjG8eg/5oxejsK1uraXqGSTV3e5qXDCQ7EsbrWK21tns9b+dS43CzZ2U729mvWzgHDix4CjPjMSDCmrBRqfCnwsWFEdxltxAH62wu21MDGpo12skz9+RDw8L0mFwcGSId2MH+ZNSu8qPjZVyBVPd61I0zgMo3F/rRb1xyTzYXr9MX+Gt/wBIRjzH96y4fEnEPzIWy16OxCC8exCHwNCOFT4nkKPqUlhEmxDdRXrGOlWHDnUs51byqaB474dNIgFvmFM8KW6cggqHCNifWCm8zXuL9KhjwybkMYS7aAVHhWljkeYHaych0FKXyuEuViDXua2smi8lHBRRxEcrDab11NxV5MS9vgK/wIE+K5Em4WsNbC7KB/o0jHOjFiEKvWn+ZPY/Adl6GOXKXkjyNrQwPoxL713I1zHpRxOLljbGAfJwg3sfGgYY/wDFlbZivcqPa91wU/GmxEbs2Ib6IH3fGg2IkLkaC9ej1/7Rb8T2ZZLZZEKVHgcDeSeR8xvy6CirYnaT88jDSnwuGcyYiXSR/sr0q2JxbQSeK6fjRlk9IZlAvZSNaxBeTLMd1ddVHWrpiz/7C9fpi/w1v+kIl8x/egkGJE/UhbClxCSlWZRfKa/SpPwFXxOKLW93N/xWz9FwBYFGiZMx86aaUs5PFjUYiucV/uv4+FY2Ne+0By1kKnN0qSSfdmxG4ic8vM9it9vEfkvZhnc2UPrU0kes+I4L9kczU+GnNlnjy16pDKXkmbM9+g4VBg8HcYibfcjjrwFDDzZ5DbN3t2ikgKsOIP62OVmF+Nj2aduk0n8Vb0jn49vq2MUtGO6QL0YfRyZAeL2t2anstc2PZb2Nx2XyNJi5MQGPEqW/LshF1+T46d7zray6cgo5VF/5z+XbYEitKjbGgmL+tYtittOfA/u0Slwt9K32LHxPZ6O/8P8AXttCTtJNzx1pQJFVSNZFPCnimILjmD7E8skkmzjXhm4k8K1dvx7d1iPKp2xGLZco0Gbh40yhgwB7w51IWiD5hx51LB6qglkPIbvn2LMovbiOoraJCzTdMv8AWjLMfIdOyP8A+Sf/AK9upJ7GnxTH1eLVyfe8KOKU5ZM1xblRlLK1xbJbSmklbM7ak/ctY2dii8Fvw9iPDpcybXNYDwoqwsw4/M4UKe5HY/ie2441HIZ3zoLA0Wc3Y6k+xMJ4NrfeXz9k2JF/mUhvvbUtb4D2QhJyjgPulkgUI570nvH73mwJtqfD5xY4xd2NgKCTgb2oI51kw8Zc/lR20wxGJ+xH3V8z9Rvy+ZLWOUcT8zkhRnboorZs+0xZ4Qx65f3jVv1qI4ULueQppNm2zU2JtwPshVBJPIVtvSLiBOSe+3wo5dBy9gkA2HYZ55BBhV4yNz8BXq2BQph77zHvP5+yqRqWZjYAUQayQozt0AonHOBKe7Cpufj7DeszbPKLrrbWnxL44z4gHKp/pasPhYmyo8Qke3vE/ULDjX+PczT/AOhHy8zSokaQwLwjT5j1rGybDDcvtP5UsOGj2WGTgvMnqfmVixc+z0u0EHeP7xow4SJcPAeIXi3maCRqWduAFHXMU0ktwU9P1oZERXuLEGpNpCFjlNtpa1Q5u88Yk8r9qRJ3nNqMHo6MR20aY6u1F5GLMeZ9gMYxJ+yajXFLsoH1CKLL2QwD6OONbDz7W/6gQBbdDd2mTB5jGWsl6bCwAyMGy00ULCXHMMryDhH4DxrKxtGoLuR0FbHAqMLD+x3j5mrnj7BeBRlHNja9WxONzuRwhF7Gs4GVAAijoBQVRdjwFKmNDYif3wp3UpF9HksvFm9kKoux0AqSFtWTjbswsbRMWB3rcR1vQ9QUWtvEcPYw2bhmvRPWoXb/ADVzAeHYuIPdZsg7AOtNhcMCxuFA60m2sVbgwpF6m1Spfdi3EHQDt2mQrCASZCNBao8Qx0diqjy7GnxT7LCpxPNj0FO2zkjePgpOr9mGVuGa9T4gIxRG326ViZD3Ykv8b1eBxGLfL4s+7+ytJDhVyYWPu34sep/WZ9XiaS3G1etY6PM97RwnmepobYjKvdUcBUH/AMeP8uwSOpVSbC9Ry23It9j0FMep9h8ZiNzCqCb828qBHEVD6z3AN3x8a9cTVb2y86ZeaKqn8O19uuaJF4eNJAndEy2/GsQcEi55iWeQHet0HZjZyNzZGO/ifYsoJPhXyvyEI70kmgFYQQS7yDKqg8R17AALk161jcqtbdU+7Uow36MozNbw41p2WHGmR+8vHsw4XCxZlVM0tt61PHglGea20ky206dnpB2H+WFB8z7P/UHXLBEpOY8zbswoHAQLUGIfVJB/DXou37VYyT386r8Kj/eFTLBfa7TSo2lxiYk2tZfdrC4oC6yON0cRWJaPXeLdkBtfWijNkh/000WvRIH2G/pXyQtGO854UmH3dqn0YHG/OoP9R1zny5dgx7oRh4QWLHn4U8eD+kn7+7a1YyC9g2S/leoxNGseFGiLHwH96lMNtwc+dGfGkphENiRxY9BSJgX2gA3m/WFhqTUUGHfZQYfexMnItzH9KxcmIgVcM4yQ3GrHswU2Gj2itAoNuVFDGZcfH73uhv7VmxLF1iXXl8K2CYJocP8AYjHHz61+iTfwV+iTfw0pxEZjzcL1ppEurvyArICRh10SPkBQVRcngKwuGPejhGbzNSWgy7BLB+RasX702TML9b1rhZfgL1+iTfw00zOcHEO+xblUU54GZfwvUhnUeordibaZanxhh2ig7sd7ZjSrJhZFjXuxou6K/RJv4K/RJfwrJOmRuNqWIxbTFsM0h+z4UsYXZxDW1+PbiMaVDNEAEv8AaNF55Gc+JotMmeJlysKnmwuHYqW4KOFfokv4VHDKu8jajypyeJNJEnPj4Csq/R35fZFMHj2XROgqXEbIyJHwS9s5oRnBvHCvCONNK/RZ/wCA1+iT/wABoCeNoyeTUWa64dN6R+grZjcwy92McuxYxrso1j+NQYfGA7RmzDNxy16Og5rGWPxNf4tWcSS3SIe/asJ6tBsHC55hyjHjU+LV7jER205eNDDYY7Qp35D16UzrDsjpGh5HyrHyjiFVfxPZNi27kK8f2jw7PRuHHeSLX416hhmMcMW6cvvHn2RQLDaYWzv5V9mFNZH5KK2CfJ4Ve6g7Mf6lb1iy2pY/SItK8l162FPC0Jyi7tIOQ8aZ0hGzw65o4FGl+VSLL9IGIbz/AFhm9WikcG4ZuVWyQBL3C5OFZ8RIXP5dnq6qrZdFY8qLMbsdSaYwEWbiDX0Ef41upEPhX0oX91a2uIvMeeY8aOGRY4YT7sYtUWHhw9ph/t8b18hBFtf9Rhc02IxSCdjyPClifIkK8EQWFbWG17WIPOtcMn41uQxr/Ov8RKSv2Rwq4r1dgovozDnWzjytHxymvoIq3ViHwq23y/ui1Gee5ii+UkJ502J9ILmzXN+hrGH1fKzHRevl07cV/wCVP69uaCRkb9k1l23xy61DPIdM28a28crKj727wp8H6N1lfSSTjp0pDDGwntouXiKeSY3djrRSLK0d72avoI/xrdjiFW2ip+6tbbEDbn9s8a9XyxxQ/ZQW7S8SR7TkzC9qMk7l3PM0rOmdR7t+NKYMLh4mUZQ1rkCsksm6eIUWvWyjnkWP7Ias7QJMeWfhS7a2VO6qiwFTYXFW2eIXL8aLyzvsx10pMJgRlwsXT3j17Iv3hWK/fPYGkjEij3SbV6skccMPMRjt2kVjcWKnnSzYmNWVeEfKvV0jihhPFYxa9F8O+ViLUWY3Y6k/cpcPEuSLi3Vj4+zjB+2n9fayhmy9L1HLlDZTex4GhIcKMgW37X41JMyhSx4D6lZ3Zl6E9sf7wrE/v/dkpfdOpH164osxuTx//Emn33sPrF7aVYi3s5IUZ26AUFlcbY8Yx7vn2pGilyTwFJ6hhnDQi0ht3fP2BiPSL7GE8F996vHGI4l0RRyHs3tp17MsEZb8hWQSCRh3svAH5i0Kbo4ueApkR84Hvdfnt0E+VSSAbicSaWPgOJrT5mw1JrN6TxGQ/wCjHq39qC4aERQrw6nzP1+69luXOrDh7F7Vr83LL7sdvYWJOJ9mLDepo7K3PgfHzpVig2Nl5jX4+w2IxmbYKcuVeLnpWywSLhYekfE/Grnt2oQPpY3rEDZLmfukcv8AmsY7paS2VM451s5bZ+YHKruMyxqZLHnYU0k7FnPamJGIvOf5+FSy+7HTNcRwJ35G4Clgwgth4+F+LnqaTEY1DKX+ji4X8TWzUiGH/Ti0Hsu4XcQXJNRlxbOMw7PWsfcp7kQ4v/atkgEGH5Rx6fMiYjcY2B7BElh1Y8BTojh1U2zDn2qkcJmlcb7jr0FZcuyhXggr/wBG/KskSM7dBWWRSrdD24S+JtIx3m6+fSsuCe621HG3sM3OOJ3Hnark3NKJBYlc3ZG7DSTVfrmleNbwrKnD2R85ic2g2qXNQeoy53I3vHxppcXIY8OumnEmsSY8UjGHeyc7UZppUXKNA3vGgno+DlayDj40Yc2ZlAzeB7FbZtZjYG3GrIi4jHe8x7sfhWJlkN3aFyeyw1NFWFiKwqHQtIz/AA7QBqTRVuI0oCnhwGGTaaZnfXXwpZt7/EaAAcP+KMeIVtsTz51OMQuX/DsfYGMzNtbZivK1YiNeG0Utbjakw7QHDYZe5H18T49mCj96PDqGH8+02HDj2Yhp4hKqxE5TSxNZMODpGtIq90RLbswCjlAPZCSYzJiHG6Lbo86yTpboeRrPbdva/ZPJjYNrZwBbjUTzRouyN1hHWnkIChmvYcqjwno2LIh4nm5p0zBsptcdoLe4jMPwomuG4FOY1kwsqRXOaSa/LkKXDKwlCcZiurdvpCRxvqihfifZxOKZSItiVDHmTUatwLAGpQPAfypVnW2YXFYRVFgIF+u7urnlVufs36/O42OIZnDK1qDY2UYVW7mccagjaYztHc7g0zdaeLDKwVzeSRzvSHsCpu4ycXY80XlRZjcnjQ2v0Kb7+VSS4qJcjH/DRW1rDZIVhxGW8qryp05tEwpjilaGCPvuRWz9FIGzd6WUa/CkxU2FfEyyaqvur51nmje/AAJoK+ik/hrSCT+GpJCPoI2kt5Vc0i+6N5j0AqSX7TXrb+tRqMPyPv8A71RYrFrmRD3ByqFIlK7YZjfjasPPFG7rItyRX0T/AMNbkEh/9aaHHPbOMkcZ71YuTCx7SQONPCsKMRDlxDybo6ily4Qz4m19oy3VfKmklSQuxuSVr6KT+Gi2xksOJtU0n25Qn9ezFYhtAw2K+J50vnTKmpVQmlBXicE8NKhjPeiiVT51BiII2kzXzW5VrBJ/DW5h5D8Kbb5BOw+TjLWPnV8a4mlH+TGfzNDbmyL3UHAVgo+qZ/x7IkbRpW2lvDlUSlLyOA7P06Ckhi7zfyp4MJhWRu6Z3G8fLpXdb8K7p/CtQadzwET/AJVJO6O0MfEJxY9KSODDnDRxm4VF5+PWsk7SFelrV3G/Cr5Gt1tUszI7QxcQnFj0rYx4QwQA3yhTr5mu434V9E/8Nb6lfMUWk0w8e9I3hQiAEeHXuoKhA4lxU0sXuvp8KwQmXLNlzMKjTnHEqHz+t8R2ftH2h86Wy50YWZa2j7qjRV6dq7HBrJiPtub/AICiZoWaWQZtKsw4cRRWD0euZuJd71nSCCOW1s4W5FFmN2PE1HOmpXl1oRImzj4nXj2BZoFewtcG1buEHxetzDwisplyL0QWopPbJMhj1olcSRH0K16h6OOZ3NpZSePhWHU4lbON7r8Klw4mzDnY/nWY4UTTdXOg+FNNLa55DgKWB4RIi8Dexr9FP8VWghSPxOtGSdy7HmaYhc6PxFJitFMfcXpXyuGBb9lq3cKPi1bkMK1lmlOT7K6CsRgJjlbNtFovisV8kONhakhwoy4WHRB18ewSRxrNin7zP7vhWWKFY5PtXvbyosxuTWxMQkjvca2NbuDJP71Whjjj8eNbSaQs/Wo3xCbSMG5HWg2FjygDVrWzVhrSZJ4Rkr1jHTbXLwThenxDjQn4DwqCOcBVQaWHHxraxBTpYg1v4T/dX6EP4q+TwcQ86+VICclUWFaHjWx2ayR3v0Nfon+6lX/p5zNwBPGrLhIR51lle0f2FFhWy2avHe/jX6J/vrcwqfE1aNYo/ECttjlbEeBa1DDxwxwQ3vZOfZcaGiyQRvN/qPramlmbM7cTV2Nz9a07Mx49l2rdFq11q1dew/UFdDZl1BoekmxUJuLbK2n/APtNJIbuxuT85kM8mXpm7EO0a6d3XhRZjcn50MhKnqKtNNI48T7chxERbMNGHKpJEQRqxuFHL2LxOyHwNXldnPia9WOEV3vrfg1QrBDkCDiePl8wr2Bsb2NR41cCpw8Q1+15rTz5AmbkP1Pc+zpqOzX6na+n62OGErbE+7+rLc6Ot71u8DXG3w/XQxd2Llrad39dDs3hXDSrdmbr9VOKmTJHpoeNbPDoXajDLbOADp9XKrpZSxPl8yFxEbKfsmhDGMsXARR8K2mMOzc9yL3j59PYsoJPhSiVGS/UVMiiyqFA/hHzt41AjHGRtFFGOOX1jEHiw0Vf+f1N3TavlK01rUcavRFWP1Mu4uIhf41nEto1Iulu98aisN+QZmNSiaXavoc1rfMtlsqJqztwWiAbjrUEJ7rNr5U9hYZj7byFljhTvO3Ctlhxc00UylXXlWdsWgP2U3rV6RjZw6xwEZh2LHEMztwFZNoshHErw9kvFIsZi3rkX1r17FTQ3TTIvC3hUcWHCrNIgdpeevIUVQ55LXJY00cgs6mxFDPfLztWHGAXftxHTx8aXYxB854ZdT5VCZJ4lw8RzPY3cnoKlnfi5vQFRRRBBhTzHFz1PsoWFg4uOwIgux4dqJ9o2p8MrEQQnKqcqzW3eF+wkDQcfZaKTvrx+uaVvbgoaZmHM1rbtseFAHVT2XXvCrfUsQcRKkdwLZjUiQ4iN3uNAfGoFbFRBgg0zVJJC4dCBqPLsVeptUsS8ENvaxOGxkbNm3ltzPZhfP8ApUkV7KCzMegFWFCcSR2GWLZjiDbsxDt3Yoy3a+FnjJlDFkt1raQGx4EHnUmJxEyxpfelk4eQoy7dJ5mFljjOlupoxxRJBGTmYL7x8T2Z8QpMZUqbcqkOGXLCTujsd1UlF7x6dpaFmU21K0dvIIIBZhtTYGrx/RqoRT1tXrEkzJk9xOL+FSTPxc3qNmt8oLipsXLFtUh4J1PjRW0Sk6BlSxUeFWsb9qiR2YLoLnhSZUIV9cx4WoTHERyBjZMvPtwwHAYdOweCMf8AbSz7f/En8+luyAD7YrEMObmvRuX38zmhIVOQ6BuVSSjvSTBT2BVFya9WRflb2t0qCDELvLILisX/AOQ/W96t3Su9W7Wprj2d6rdtx3q1+rQ/vip0RSzmQ2Ar5aCRPMdgNssAO89R7BVXEX4L08ewItr8dezCfv16UP8A2npXi744VC+Ll2oYfgelRwpxY2r0l/4f69qK3cG83kKYgWBPCsNPBINlFECU/M1Js2Cqg4nrT4hygKnVL8uvsKkUbEt4VNhb7V7b+mjmnn7qhsoHZjJgFJWHTN5is+IkLn8u0KOJp4h3YgIx8BTxTISkh4ipW2YeJJe5W1OF3cltpbeqSREEasbhRy7Flx8jIGF1iQbzf8V6vF8lhOCxjp50ASbDh24RTuxtApLdAONSvsMRh44h9Lfj/esqXsUcC/lUjZTaPveFWHE0YIYw+OI35fsHs9FpzCE1iICmVobfEk8aVftYjT8OxsZIPkMMM/meQp5p0aRnHu8b1EU911vWIlHB3JH1zw9vRvY8etWb6ns4cubxa1fRp/GKhjmZCwIJynhWLxGFKbSY7hJ7gPE0cAuJaeU/Sv08BUcCcXNqGCwLZMNFu3HvGtdezHOvFYD2PjTpHhxe/VuQrHOW3miyL43oZL5uVqwmGxQPrA3m6+FTY3EjI7LkiU8dedYvDk2MsVhWFyn5du/rx7McV7ywG3ZijI7erEbNFPM+FEwSMhOhtXq+1bY3vl7WxuOF4VNkT7bUIIcIcOJRoeZHhRDCxFYH7Ll2+PZlfSXEnNbog9iJzwVgaOJweV1k1IvavXMeymVfooh9qizG7E3Pahdcyg6jrSmdVuBazpwr/K+ANaIT5Ka+SwTyHx0rMkSRLyVajTGfSouQjLe9BI12WGXuoKinbujjSQYUhIi2aSTLxNF8PtMRi7brMtgDRZtSexPXZGWNFsAi60kGEh2MK6m5uWPjSRE7iXtQaaPaJ9m9qGGSKOGAe6lA4fDpt/8AVfW3lRe5znn9eVeF6zxvztasrjWhIXsbXNF1QlRz7AfZvVj9TtHiJQP3qLOxLHiTTQYdswjXUga2rLZi9+HOm1Hr0oy2H+Uv/PsfL/RSLlatuxQJx+k0pcNg1yYSPhbTMew7DKrH3ra0Z82aY+8wvQ9YlZ7cL0ssLZXXnW0xD5m7M0v0TjK1esOYrcbBuPwpViXZ4aPRE9gt9HAvflPAVGIRaCHSNTWHL4VMicet/CnmEYQHlQwOOy3U7ubStoqrNN7qZs1PNL3m/l7IiVlZRwzDhWfEOWP5eyPX+5yvwv41jXzMOgPEfu1G6KAsoDO5468F7F2gJS+tqglTDM0UQ3pAukfTNUjYNMsX6oysD51mi4j+dZUFzSbT3dRelnHKtlnOU1s8g2QGhvT5eB17MvI+xavFfqsiIisra68jUkit8pJxbnVzx+pg2v4UEY2jXgi6AfU0jkkZkTugnh2yYVETe97p+qLVypg/dtyoPDlzMefSsvCUVMktrcqh2NtBVisfnel8uwH2bjnVxwP3oFd2iMnHxoJlvapJCnA1s8tvGotLkiu7b41m7R2EAW7dfvQKzR8elWyGrvurQgi7q8aty5mrJ3VFh7Kiso4/e3NEflBxHWiWiYGrIuWtbitlGN4/y9u/Zf50ZgRfhenZVJVO8ensvIzCOFOLt+X3Yupsa+UW9cGqym3zVqI+YkdFusYux6dmSBL9W5Cs+Pfbz8o/7U0snwHQdKxMvvSt/IdmJkfuRRk/HskkhygJ15mkWHDYhpIlte26p5nsCRIXY8hXrHpSQRryiXvNRKiw6fdTXSuN64Ht4GvH5i/zGJfnLIFoZjYczQw3opNnGP8AMPE0WdizHmexf3f61I6i6oLtWMPM5vy7MRKcRs8PF7vnT4bDwLHHbKp52q1bLAKrTHvzH+lZ53Lt4/dfj2He+pYEfbct7MUM4OVgfzowRMWlnbUnoKxf/t+XZblSRILsxsKkgU3CVYcaEWOxeXFH3R7tZsN8vH4caM80ZjT9rQn704MxDMYxmIHbuLli5uaOCdoyIjrnHE0ZMIckCjKqW0tRlna7Gsb/AO35UqrqToKvPCcv2hqKufdQkViQupz2pZ45f8Wu9ltpWzRWeUnhSx4yXbYn3U6VtJ2ueQ5D7q5VFPbWhpwrNcfURhWa0qcAeYrNJAuY810rOYUsObmjh/R3kZB/Ss2vnRTDpmIF6KSqUYcQakW+/PIVFRzSx51XlUk4cMh3cp436VLL/lpGcxoSzHRmLC/Xl2TLgkDYuQ3Zvs1t5sxz++ef3VuONWYWHhW4LCr5q8fqEkkrMi8FtWzZr81YUF9ZmGlxevl5nk8z2JHC0cqWu/nU2GgXZZn0fk1JHFZnj7zj8qAvoOHZlhG77zchX/TsIbzP9I1AICWPC1S4n0hO2UJZIjxvyoGZtGbeNaGNsGq0+y7l9PL7q8a1P1J47g4VOvWlhnTZ7wQL4UcTGCYSAP3e1tm7LmFjY8e3LBEznwFB8c1h9ha9V9Ghc40uvBa/xE2QHVnbWvkc8kv28utBQMkC8F69hW5ynl96RhZVyl279Ry4ex9X0v1rNER+0h5VmVTE37FbuJPxWtcV/tr5SeRv5VmMIbxkN6yRsrEe5FRRPkoui8T98Q8TsjDmDVnyS/vCv0aP+Kt3Dxj41uuifurXy8zv5n/9HP8A/8QALRABAAIBAwMCBQUBAQEBAAAAAQARITFBURBhcYGRIKGxwfAwQGDR4VDxgKD/2gAIAQEAAT8h/nNO5D3hp6yJVVmxYsHznMf7bJo0B63injfOapwav5S2BKbY0Ib1tMKsWtOWe3iPk3Irdi790DHB0YOn8qZng5zOPOmOJuJwZeo9pkaxATLpSlVY2vaIKHaZs3dhCbOI+2jDEN6YUvwCaZaLHhaolEwp4CVnvNG5SrzU6RhhwJX+qPnVIo3LPpBIXFBtO/iVvOTsN7nHz/kZYKpHK5eYMq0FMjZ/qXpwK3qavOczUN4TOo9YiD8lCvsj2UaifPmIxktEcUR1ZRzcN7RbAw7LA1vnLA0ybC6U8zP0oub24m08qVSXaeFidsL8TxFObr7Maw7TBxF1Wmj5Jh1mQGrutYkqG15ZvX6S7Vm1Z4eIH4Ql58wB0Nscrds2Jbsxc6NH0nKz1Jetl/yOuewLqLO28urr4dzWmmOZ8iJrbe7xia3zvkG4DENiovT/AGUPd1XVW3c8wrarWU/5azIgTuLlp+n7R5kyFwoUN2hSmGF1Oa3jvGrq/DD1iA5GtiWKNKqpUCLDQsNu/jH8ruW3ZXSzWRR2mlZ9/wBSW5hOFao6k0VimnWWu87p4GpbllvM0m5jhlotl4PcOE0pasij/wDEUKsCG7v4I8rLVWz5IKuA3ukVP3vQyX9/5rVKaouXWO7ZvS43Ch5XsRS0+wkf5mhAq6BF5YybSuiBhdN6I6reEc+WCrRY2zKt40hBG6/9EvuLRp5doG2ytq3r9oi4X1uY5u2bY+n78++QueCtnn9AJBawTO4e5X2TY8qX6G7Nlo6r42hkqmq/9KumRWWHUa52h1oPXV+XfoJrE1G9sS3dytn7JwDrIt2VCl1B2dKzcp7X7xNRXw4PhHeHSbH15/ZBcC3rYC7r6NYzky01+L6ARhD1jcSipm0heZJW2a+AOiWK5ufyvfoWcY/r7yxow4myVBxahVXgBP8AqYJFflx+3QByrPd1C2Kqmi2JVbfWmr2lRhC3Q8rH/lDL+gTNN30QUI9C72Ob3Rb7eeiDPyYUdC8gbHvEpeES967fDyBedu9EMesrqDuzSbKv7D1wiv6utPlUJjAHAE+3VI41Ax3TCPJZbZXd7iZNhSy4XuX/AOdEDaUc+HMtiYx5DH1mrJouF0X9YNf7FHLHXuxfJH95cEsHY4DaJTG/IuPZi7a81NQ2ONdyoeUN8hblwRHPFo8edYmIHhkrUhFe8qxtIIvgOqt82GZL3H2peDMBsODpusoNzeCOx2dBuHG3GspbDAKHgNv+oO0T+eIkTwS/k5r9ZYmV7m6WXLjN8al9oEQc9e14iD5G8orurMdeuxTeDf3nvFosJhkmPlElUndRQe+ZrIU3ZmkmF03AfO4HJRbeLK3uac6bv5QafL6kv8pK1j+yp6B4TGRUm53ymY2qOx0aAmg1WZTzhDwvma/yG8m4e+FS0P7gQvu1fLux3SJf6lW6taFBV7VMxNSn3VbQAbJ5IiYo41A/7MCaGDIqYAjokqjuqM3BYu3D01jcq1evYf3L3bbf0mrJTeiqNQtrq2JqBlgYMzaN37PnDpNcCsFUdbuaxp671e9cSpTrpj9m4jEl+tHBwQz1532X9Yzmqubo2smGgiEPHsxw+/yY7rM7pw8nLzFisW70wUdIdNdIeYAzYqr9pUWW+KyEqo3aRnyc8FT30jUypbunn/rE+LkHvdPaaDhhWOOw8S4wFsleRrKurFtX8ZmWgc1t2eJ33gf3uC1D894Up5wkPl8aUet5iVtgncfnb7RKbs4eWWdGcI1+cc3tVT8282qwAA0rzzzFY1ig0OmdpnJc9B4o70fVmTABcHVXzGUlLDT+ZN/W292v6wuISHpyEbu5BJ3mgPvhmtO+Ul6XG4V7Jbd3t7wxK537jC7HXrJb9+jCNRuAH4eKyJztKjVuPBB2Jr2hm2sN5bi7qGtPvL4hkXIjIGSvS7O0Do1myVdo+pX+ul99Tt7rHygPZFrTks9X2lcU1sH4giEsVyV84mbm6Zf45m8Yo/YEpWhIqw0d+8b5Ph+6NPy/WB2F4ISkm3PYd/MsVCiRxWkS1oharcsFvplLDHNVOX3iUq/pQ5XyDfBFoh8rIoBLWOZXtPf0WtOlUavfjB9XpSYC3EQm7TNllgenzmS1xmmxGvr7SjLWFi+leX5Qrfx+bdfWaBVlto50iOTrVD/1iAbwF9HMk8dBVY0wSgnnPnwti89OyPSDWkjHT0g9oS5SWNYOgqQ1gcPSiha+D6CFFjkyop0tuwxGtG6n4vaYEgNkMVjx9P1dDHUGI7SMDEM9uF9pT7tD5ng3FXdwahDyU3u6eCU+foKNmGXCZZDl5S1Z32BWsebubF9RRswyuFoiNEfv6TUn5cVdejt9zVTFMLV7r3tENsDQHMLK6TA9eI+nhaNX1dKJzCZfdNERHvaZmmgaHg6XHufRdfnUMShGkgFmarVseVn9IKae0PwZTD3IgxFj+F6mU7D4GKlLuFI+BFB2/RuqPjm779WJEGiTCBLua+8ZY2xu/BoxsWqDesVt/BVqhTTr+jt0P7Ez6PwrZPdmD+JHbWUexe0VW3L/AC5RMNgaP1E41A3Zj8VtZHJIU08naH6Qo1zn7P7G2g936IgajBg/RNPfImEmrJ5NAl3Ya3P+rkQYHbPQuO4H4dGGwWsKqZeF7Zs9Y2wy4cfAmFqIadHWLreODdm8VNS7PZ2+HciERY+uBqFUvlQktdudXoHwcPNbXkPaIt2nC1p9e4yHSPz3LxofsDYqsAQaxOq47Z6aRZjyu7+gaGrX0B+8sza7vK939ALaMsQEncf8vxPzOf6uPMChZWBCayajz3f+oBg/2GFynG2dQ58xyrKDuNHt10lCfWCGvCPc7eJrI+e1+ArWaaKx1VNbu8G/no01uuNFr8+taN2leYAFG9bekwPWUa1r6RQhkLHf7qFag0ZCtiLgz+wxkqrVfgse6sYu0tCBaXMzpNwLndLEX82g1Yq4bN2V3ZQUDYw3oeh8KRk0N2bLJ4vy+hA6tdc5bn5iP5DtLex8AyLHyBT6Rl9UsfU9AWoejRg0eaMsBdI4eqqKOgJuov7yig/BviWZocPFXcTCo6ArBbGowgpaswABvgcLfn0Veqq/7HM0DZXDj59DMv6Is+kTS3uHmW7QT7oAROHnuHz85YEvdp5TvP8A0yH2yS/C4bVWvZJTu0nXQgC409dWlauDAm3Zkas7wj8GEmS2TQPViOyiWJFVtjRQzD5RQQNB1F1cZR8wgX11HCbarB95egmeKIt5qaJubd51haQyPRcK+vwWcrYWzXLNNU9d4D/BUm/+eejllUBvMW5mPczCSpljC6RCkUdGILWAhNUldGnnFNAuo9sAyiNOgVsTukcev2+G8QZ4cwA9egB9FB7yuIJcUpLpgCNXb1uVHLHfdBZc/UiAC1Y1W93LrhIaGf3zBlFdgXCwHn0Y36E+BbD4Y2RoGIrtMDAWqG5ZOE/uJCx0zyGXP8op/Hr0x/TKHTQ9aIFQIINxbfLH3wk4Jmd4vX5/ug109Y4hUXCGf2qru3j/AKBkXAAloRn+8NbI2+I/7Q36MOss1B/sw7s5+23+6ZMaAq3Zxcqerv8A1DMf+imm+tSZaYoy30lWDk7y8zFq4nA09Y0JVAaxtq47ysw8e/kAfO5U1BlqtnP1lG/MtonR6jIHUL2R2NYNrv8APAfaUUdmUmo8xFjbvnzwQLYjPwhP/RTR/k4NUpkS6lejRYyLL+JYxFja3fqWxzGOX0pjc34DxLY9/h8SyLzKz2iNAeaSr5c19F/aapZX3gYZWXuMZ33XdTt6HzhuGANDiIrAlH4G+Ix6bZr379AjTQCrlYFSqp7eha+ssViGnBp0FRlCbgz9ZrwKikdF9WFSfqnHyjfMOaaKvxf0hiJl9ycPFq4vKqvMaPlLe6XfcHj6xNI+cab9FR6y/qz+nQyqbXLEPnfSyWo7F6e1SkM+VTvn1iq26wZ/myqH1j/Gouh1zMYcM9YNL79GC4oXy/7NNUlKpZs8s4V00B/SX9h7KcPLbPq/gM/vSP7IWM2PcCp0wKRt3EvQdjoWbDcjGNJUbsw0JXsamiz82n1Jz94Ch4ZEpLF2/mhY6p0qdw4TXvyXLOluqo7cTKXvTt6bQFEbr+N1spGBNYr2cL97uMHqIxeyISUm8oaxuhmsL4Oj5iTBPln1o7941VLxfNLSj3XoPK4iyLRrY+9S8HJOXiuHXp+c46u9LqIDFfB80FmRftOr84q0yGL7koBLXbHc/qZLXNZQ4jlLRMtKmC0e0w/fT6EaxOO+CK83o/un5YnHVaDk/wAe/TbIEyZlI90oDaKpbFxDRa6Su9axwrboIr2RaD43lgiVezCWWAMsYafWA15koD1h81X+NfTK383qLclpAyz37JfbqhPjFEBI1ApTzEH3xCTJ0g1eI0BFjd/enwEdevd0f+HievvP+nw5dz/EQhLwTST/ABzmXvavSr24dpZUlT+yElmiUOrpuPqRWppb/kaZm6GsMDOIc9Yxj/yA2Q5yK/fISUkb0q0/8I+LBJ9U61UKcTfoxjH+UEzlU5lSpU03E9amBaQNUHD0G8MYx/lGqDmmBOYnj1qma1prcwXiPaXuJlL1mE1RjPPV/V3pnVy9JcPwnUvlR96cbp3c9uve522bT4HRxzb3+DVsw/kG3mV4JrXk5fh31nXRaH7oe4w8es/RB3/Q9HgvnYUp9A0/WOh3Whcpbntjx5iWtgpwBcpbZ+iZFwAIXNqmT8wEtaDnvfuw1myW85JkjJLfoxKUblRacqUBp5hPM2y5h2KYkETP6B+QyO9tfBQAb7Ep+BmFihuAwUmvFQLjfrcamHcNOJa6HaXm1xEpa79axdoaq7McxdPfPiLMrpzv/r1llqy0X4MFH2OrTT2molVeoq33Q2eHtDG0ZbzbNWANMxNt+3kZWkLSaAat4v6Tbm4Xv8/Czw0XGcENh7F6HVsVrU1e0VfXhHzz+jXZ72J0THHeleWN8QNLqt261FtPFBhCL5XL3mX59c7DRbYxPtRp6Ezcqw15A2d/rOEyTR8D8CF1B4GDHKkyqysowOz0oHE9wv8Ack0GEvGuFjwNZyJyQGKtXQmtzJl6eC5hloR3zujriaIx6PwMvWHwGYzropunLh7Rb0lza9AgyKyfN4YrmMO1CttoKGq4ge/ZLjOAOEs9OgS48ih3zKDh3lrxt3roZFRwG8t5Kkir1LXvQB+vUC1FBCcprEPALNvariDZCdLS59mI1hIarO8tVi0ZMlfX4EcGabv+VL6vEAXR3hH+hAN+hgUTgQt0+Z1WWQ3TbpzIi9STEzdWg29YbACj06A0iv1V+E91xqDhcxE5/wDgTel/UdESZN1oZaqhC08N7xBUVMdztFHvBvHvtKV7AD1Gm6F3MIrzVYBdC8FlSxCfDINDtvEwx5w/bg6gJVV2+FG6sMGCBDUvxxcOGwBB4S1EsBsZQccH7km2EIJR0/ZEkm98vWZR3LnPHRNLHodZc3j0fgpdDnVC7iXPxqH/AF3lGmWtv38/5MyHWu84O0CqC2BUXEOwVy5Y0BVp3Y8aW3t/Kladwa+XjTPtPXicHIPfX3lY6P8AaZfFVlHbljcILsb8cJaOdg+Tm9o4x2wAcBBNPeR3N9UXMrvuGPnURktZoOXjZSzZa4StxlH5hiHtszRHa+8J+YXVLg9X6S3sJt02x1g+qNUl2UM0DpKBq/bMNVynVNal/aKCsFXW2WW50NC60O6S7TwFrBNPeTOCzowJgDN32B/p0wvF3Rv2BAiNURBDvEtCaPHi8xflQdMnzhcHTq4P/sVqz5Rao1wwQajv6JtURi/b9Mw62Qqw7RKahX5X9B0a/W1dtfdBUVCMX0fTL6Qk8mvDdlOP2l+mhuz7zp4CxHchtcs/LPoLfWfdlIJr4e5bp24bqfNT/wB1E06etlQwxYXjPvCOuQxaW2rP/fy3d9UMDzmqpngTsxsd2Ox/t+LmiGJ7y9BYDM5/8SsIqlWuD3qbh+jr/f3JMDGtWAtRDyd7t2m8ji6gpr6FFH6OhRiTaPQj1F+shXqSk9Ci3Tr3p+s9qJ2U1quIt1ismJiuRYKnZJgog1F2toivmWmrDxs6tnEyL+lsuDSJK7pQ7/kPlGe4tsVmXD9Z1j/Ws6M/+VPMmwnrceECyjyzVUo+Ga7zRDeivsIDt3E8oZYjQNglm4QsS5s7+4/qIOHZJN/oRBmgq+vWUgUNwpCeTKT2Sfn78p78mX7zI2f7Fay6yhTW6pfzmJ7q7H5uHzJU90DTZhmQ01ujw78sv7JS/VCIgRau8qWmwEBh+U8QpD+r/URczHTxHe5Nwa3cE9E1uDpn0TiNwtSqj8bxspQKMO3shxb0o01aB2rsFIsZnt/mbT1h/U+ubf8AUFBZunJe2GhmympdHrMeXf54lMgbzHhiCVCd7K+bLiEZ0bcDmKH5fSVMPysvpu7fnGy93Nn+oVd2fWdDaoZEhBCuLfTNI5hVwUsTVf3NZhWGqKVusphz0nnAOlTRiKKAkBbErBy2mOXbo5yRm8YzePxvzdQ2YLwUdb+do83vAf09IXVOLKume6Ir34RMGUr+qDE6JSQFwA78aLijKpxU2yIC+B3J7VO+qbod0ledq94T3MEf+H6GnXqNjFgyLVnv2Jgr6D279/8AjEJdkhdmiKwW94ztbq8fSf8AkhPrKV9U1E0q5cYx6vXaPx72zuv+sY8lv+vt/wAexFx0vHWLCDdFt7xptnOKe4goMu1w2LrMVHXToxm6MejCP/OeZuLGF6Jrfxo6iv8An6KOtc6BrjDHNZ0uI00ajrDvNSMxjTBhGMuV0ZtD9MFtEDkWC528TnhFbeYjdwWsLP27PUfNgX+gFAFrDrnLhsmiHFt/6e8ahHi1ORs+C7tbC2XDaBilDombB0K/TAde19xFROq34fL5f8A+AuXCiZzyJb0o1IkbUcjFhbBugcjvEA0mJtHpcfg0/pFOp48sEb7vXteNUVyC8xZjfCYeTAFun6KYjrai/NoBMnAxc+2Oot+k2GaDjPRK1+HXqE9XBy9oOu+bdA5YyBKVLTYXTbzziOoZFjNUeduj90UEcERwTud/hq6CPEMRmDhv7zdYoNrFkGODEvnH9v8AQ/0O8nvV2mGpF4K4coMFyt3LumLJJSO1BIpNODY9pmyr3gvTKqxS/hfX7jlpfy6I6TQ5iIO3Taan3sDWQZwD7zf2XYvjo8x13HwArRlh9hsNsfuCEOhNBXgiOnuy9tYlRqgh9FTSCB5lLCaKBtKr6lvApRTpH4Hq/pCoL6i8sb9nL7ogRsVDDUJxGPZo6MJqXul+LmfHxWEH2AY8dLt3nzRrQVechiECroELMRNAG/mdM/Opd9Drd9Q6LaMpfQoLB3mPtSKt+GIfnXRG/aW8TFbypr0T1lpbbf8AOYmyxTY6VxZpMW0vrrwKCYi1SjyrcI9uUQVQVdSvOzP/AAhzBeB7DQmosSNaurgnhgowunhBH6MMi2jYXb1nqXXabqdoMmCCojVWVmHA6atfTqyioQPToC6XV+6ZM005+i79AVVdPzBYWL+cJuW8uIJm2Bkz5dlgadLWCoO83L5rca37StaFtczL8vP7ghFMEPVYgEIpdzCrL13jsGWEillVugOtIAUZv7y6xnP+R2gpjH4X9cX+bmHqGBlbiYbxf3ehI1Fadw5YE4EKdv8Ajo5YQ20AFr7HRV4MMu6nvMBbZVdMugsh9+EYDOOh3lIjdV+XrmR9prfpAFmEG0w4THFuRrfM1RMFu0I3YWBp5afBokGrD3l/tzf4R2ly6F5Ci16B0TQ9RZaROPC248OOuZVQPMB8uqh/sMdtpunTSWL0UYHk95bYcE9NXpEGw0DoyUyYPnOB3ZpqAosDndEqtIuDqqLA/osvlO/lKOJndxHdrdlrghLKnyWqhsVSgJrLhNw0PH1jmAo+l1/yVo1XPED5wVXNnoy+vRzNy10H7lRRcgTZTNPIHoLfztPlo3Lj9wTVNqSlmPupJ2i8fBPeaSncEQa3Cs3cTjm37IuCVK6PR/VzGVsC9txLpQIEfWaondQrNRpa7Hmat0Rsn0vbbjlmQGrNVastTVy9AEuv9aH5X0A+xK3SveYcIYTqnX9wIgrdy5kZG3ZpY5jfV98f1S5sbcZgGyCbFNz16G7fvL/OnCXPV+wuF/XJ1Iu0i1W/XuduvH4N5U+vcq+FRYmAjKBGwPkH06AzSLddB7v0+DVZv6MrdMqcq1ztEusgXexfEtvEnK9a0ivG4g0pAuxxZNzDOwb4uHB73EOn48H9yizLOLpidukV6tQ9VVK60lTM+bJ6FW1mUiJefSv/AGIgotXfpQxYkoNj+5ejXrDKZ3ih51jgS11frGUJdesw8HK38G037Ct8q6/uSE7GcBa3nMy6Wawkhuh5uYpK3DQYK7ThZ86ERxvASglrriFWJi7S0NI79BjGP6pidvVijDGvIVjarUI7V8/OawmmGqIBb50V9/y+B3hcZLru9pbQ1mhowHkV0Is4TT6yrfkZ5ji2cWkUBoI0yqjFB4Oh3Daq07xNYW8noMwAikVXevgYiZOl/wC+0r5rtN6vd3jgIcdRye0DEzA18veOyXNuR2edYGimcje3YiZ3sGg4PhHmdZjHG6708D4WFeiUHFVdDwd4/lR2AjFsqDxl6INoAWUlRY7PtBvLqXobLz2/4pCEwMXXoSQzYIzrt6VYws5wTmnaB7KhSwygwv8AGdYYcL69CKYaDvMGus0O8S1aaRb+29Hq/sP7LGhKZt1Z66doyVVqv7MmAR1bwZOm3sv2Z0YrCdVGNeq5tr5/4xCANRmiazNS1pBAeR9KGMNjNCCurc7zerWeYU1GGklPTR2zcXFZNY1b0mNbglq78S/gv4TGMf5EQi08y0NfFwh0TUVEm1NxC3DTcRIW5XML5jGdjghbBWKh0v8AHGh0EMXEb1lK8JeRwx6P8iITBnmUEg3eM7j8RwD607q+5ZQWnPFDnS0dbA+JTEw3lxevQfEwzVNY4aej/IyEpIML7ZZEe8QOLjGsfxD5ynoLOfm7ypUIdBpEwykhXp5n1boNMOMzXGPxmsQ3RVkEsFhs+HtlO18OXtHXGn8XNQFQLXJNC7GJjAxbW5fUm/XSPmAF46aXBm01fAhrsGX0wxDW+YysLXYaP45mKtcHptCEmYGe5X99CUdMvDB9emnYWddqWpeQ987pb+V006lHazByLZbcS7Ttmqv4kdNwpC2sjxDWBtbNdCPPaZCC5qO17mNJTl0HwhZ2TQG8epj1Khqz9jMBd26F1K6mpDPzMxYFLXpRonSTJOBlQFJZ9PSuykU4vU+Ypl8w03SpsF8xiF8e7eDxELbu/wCJnR1D2hriYFn3jqhmOQ2avS/huYCYPJGPV699A+fwVi9oFQTji9MNqpo34pkDz9PpRkbbSoExeY+uoW+I5BaaAnJVXwuFqribd2WPpC4lAv6A1/iR1O0Z/wCfHcIsYar8Rj1erxydQqs9SFh6fHpzMQnm3lbrLNQMPk5JzOzuxQHaWN0v6MHK2B3lOn84yv8Ab5xglCbKA32lK4qPU48y3E3JveZHYwvsviIWaAaPB/EyZX4uM9BvUNhFjFbRaDHCoroHH2+O48QZqx8YF0KzcvEVlZHUe0HTsmeHviJVjQKA4/vLEhFw3G8ZqKxrDpJhOCN6AtilswDo8wlmO+U2QdOu0H5UMgdDQpLmqy5/qZ26cP1/xWw/4I3pbjLOWjNwrvDK8wBaOfy/QJbH4hHxvOrvPRkXZLiCgHeNoxdVtf0PkiOG1rYync1C247HEJeQi1ToOOlxoNUinAHvV37xigUNUdIvTdu7+oDIWvO5YCKtq0hRv3ljBL89eH8SephjX5/TI/ECTFoMi4lxlkTpfW/nGLOK4lB4x17Y06nD8BVpVHqX/ViT8MFuzD9qExtqsvN67R2Trs1cvQMOsNsP8pPLdF8K6XK9WjvRyfaXUGq1HakdJ/Kj2mlcgO56T8uIIMwHgPbSIdA4Y+WCCIv3vcf45b+106RVmAlI7L8objeqFetqYIgPY+8T9Hx+38if/tf/2gAMAwEAAgADAAAAEOMMPMPNOPMNPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPKNBAPNJDHHHHPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPLPPPHLDHPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPMNPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPNNAPPPPPPPPPPPPPPPPPPPPPPPOJOPPPPPPPPPNPPPOPPPPPPPPOOPIPPPKMHPPPPPPPPPPPPPPPPPPPPPPPPLIPHPIEKMOHONFHMDPJHPPMPOPPIGBLDKMHPPPPPPPPPPPPPPPPPPPPPPPPPOOGILDPPOLCJEPDIODPCJPICGELGKOLAPNPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPMPPPPPLPPLPPPPPPLPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPNNPNLPPMPPKDHPPPPPPOIPPPOPPPPJMPPPPPPPPPPPPPPPPPPPPPPPPPOFOMJPMPHKABDPODLFPPNJPLKOFMNKLMPEEOPPPPPPPPPPPPPPONPPPMPPPPEPCOBNIDEDABGEHKDGOMCFFFLLBEJJLJOHEOFPPPPPPPPPPPOOIIJFMHNPPPPPPPPPPPPPPPPHPLPPLLPPPPPPPPPHONPPPPPPPPPPPPPPPPHBMFNMHCKPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPKPFLNOOFKCHPNPMPLHPMFKPMBONFHPONOPPPPNNPMJNNPPBPNPPPPPPPPPPPKANDBBLCEBFPEDJEIGDEIFAHPJBIPHEEHNKAKLNPPIMNPMLINPPPPPPPPPPPKNHAGHJEAIKPHPDFLDHPHHFLDHHPHCDDLFPDKDDLHBHHLHLDHPPPPPPPPPPPKNHHPNHGBFHFPPLPPPPPPPPPPPPPPPPPPPPPPOPPPLPPPPPPPPPPPPPPPPPPKGMCGKNBCMJPPPPPBMPPPPNPOPPPPFOPPLPPNHJPPNPOIOPONPPPPPPPPPPPFMHAFEBPILNFPPPPPDOFPNHFGIPHAPDNPOPLMFOBPEPLMCOOFPPPPPPPPPPPAJGNOCJGBAKFPPPPPKMKBHPDKIPNPHOKPFPKLPDOLDPPPHDPPPPPPPPPPPPPADJHOPEAMCKFPPPPPPPDHPPPPPPPPPHPPPPPPPPPPPPPPPPPPPPPPPPPPPPPBFIJCJIMBKKFPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPECJBCBCPJJHPOIHPMGPPPPPPPPPPPPPPPPPPPPPPPPP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mazhar uddin jeho
Mazhar Uddin Jeho 08-02-2021 23:57

amazing sir

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qaim abbas
Qaim Abbas 21-10-2022 3:07

nice

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